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प्रश्न
Shri Maniklal has purchased 300 shares of F.V. ₹ 100 for M.V. ₹ 120. Company has paid dividend at 7%. Complete the following activity to find the rate of return on his investment.
Activity:
F.V. = ₹ 100
Number of shares = 300
Market value = ₹ 120
(a) Sum invested = M.V. × No. of shares
= `square xx square`
= ₹ 36,000
(b) Dividend per share = F.V. × rate of dividend
= `square xx square/100`
= ₹ 7
∴ Total dividend received = 300 × 7
= ₹ `square`
(c) Rate of return = `"Dividend income"/"Sum invested" xx 100`
= `(2,100)/(36,000) xx 100`
= `square` %
उत्तर
Given:
F.V. = ₹ 100
Number of shares = 300
Market value = ₹ 120
(a) Sum invested = M.V. × No. of shares
= \[\boxed{120}\] × \[\boxed{300}\]
= ₹ 36,000
(b) Dividend per share = F.V. × rate of dividend
= \[\boxed{100}\] × \[\frac{\boxed7}{100}\]
= ₹ 7
∴ Total dividend received = 300 × 7
= ₹ \[\boxed{2,100}\]
(c) Rate of return = `"Dividend income"/"Sum invested" xx 100`
= `(2,100)/(36,000) xx 100`
= \[\boxed{5.83}\] %
